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Find(Int32, Double[], Int32, Double[]) Method

netDxf 3.0.0 Library

[Missing <summary> documentation for "M:netDxf.GTE.RootsPolynomial.Find(System.Int32,System.Double[],System.Int32,System.Double[]@)"]

Definition

Namespace: netDxf.GTE
Assembly: netDxf (in netDxf.dll) Version: 3.0.0

C#

public static int Find(
	int degree,
	double[] c,
	int maxIterations,
	out double[] roots
)

VB

Public Shared Function Find ( 
	degree As Integer,
	c As Double(),
	maxIterations As Integer,
	<OutAttribute> ByRef roots As Double()
) As Integer

C++

public:
static int Find(
	int degree, 
	array<double>^ c, 
	int maxIterations, 
	[OutAttribute] array<double>^% roots
)

F#

static member Find : 
        degree : int * 
        c : float[] * 
        maxIterations : int * 
        roots : float[] byref -> int 

Parameters

  Int32

\[Missing <param name="degree"/> documentation for "M:netDxf.GTE.RootsPolynomial.Find(System.Int32,System.Double[],System.Int32,System.Double[]@)"\]

  Double[]

\[Missing <param name="c"/> documentation for "M:netDxf.GTE.RootsPolynomial.Find(System.Int32,System.Double[],System.Int32,System.Double[]@)"\]

  Int32

\[Missing <param name="maxIterations"/> documentation for "M:netDxf.GTE.RootsPolynomial.Find(System.Int32,System.Double[],System.Int32,System.Double[]@)"\]

  Double[]

\[Missing <param name="roots"/> documentation for "M:netDxf.GTE.RootsPolynomial.Find(System.Int32,System.Double[],System.Int32,System.Double[]@)"\]

Return Value

Int32
[Missing <returns> documentation for "M:netDxf.GTE.RootsPolynomial.Find(System.Int32,System.Double[],System.Int32,System.Double[]@)"]

See Also

Reference

RootsPolynomial Class
Find Overload
netDxf.GTE Namespace